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Resuelve la siguiente división (4x²+2x−2)2\frac{(4x²+2x-2)}{2}2(4x²+2x−2) :
4x+2
2x²+x-1
2x²-1
8x+2
(x6y2+x3y2)x2y \frac{\left(x^6y^2+x^3y^2\right)}{x^2y^{\ }}x2y (x6y2+x3y2)
y2y^2y2
xy2xy^2xy2
x4y+xyx^4y+xyx4y+xy
2x3y2x^3y2x3y
Dividir (4a2b+2ab2+6b3) ÷ (−2b)\left(4a^2b+2ab^2+6b^3\right)\ \ \div\ \left(-2b\right)(4a2b+2ab2+6b3) ÷ (−2b)
2a2+ab+3b22a^2+ab+3b^22a2+ab+3b2
2a2−ab+3b22a^2-ab+3b^22a2−ab+3b2
−2a2b−2ab−3b3-2a^2b-2ab-3b^3−2a2b−2ab−3b3
−2a2−ab−3b2-2a^2-ab-3b^2−2a2−ab−3b2
Divide 9x2−12x entre 3x
3x−4x3x-4x3x−4x
3x3−423x^3-4^23x3−42
3x−43x-43x−4
6x−86x-86x−8
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